| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Kart 8 | Kart 20 | kart 12 | Kart 1 | Kart 9 | Kart 2 | Kart 22 | Kart 19 | Kart 5 | Kart 4 | Kart 10 | Kart 18 | Kart 6 |
| Kart | 8 | 20 | 12 | 1 | 9 | 2 | 22 | 19 | 5 | 4 | 10 | 18 | 6 |
| 1 | 1:13.315 P4 (~40.438) | 1:04.916 P3 (~10.110) +10.110 | 1:06.758 P3 (~10.110) | 1:07.975 P1 | 1:07.694 P3 (~20.250) +10.140 | 1:08.809 P2 | 1:10.765 P1 (~60.657) +60.657 | 1:18.810 P7 (~40.438) | 1:25.453 P3 (~40.438) +20.188 | 1:16.597 P4 (~70.735) +30.297 | 1:17.205 P6 (~40.438) +-30.297 | 1:43.757 P9 (~70.735) | 1:34.271 P7 (~70.735) +30.297 |
| 2 | 1:12.564 P7 (~40.406) +40.406 | 1:07.254 P1 | 1:07.431 P2 (~10.094) +10.094 | 1:10.630 P1 | 1:10.046 P3 (~20.234) +10.140 | 1:10.981 P4 | 1:08.372 P3 (~60.625) +40.391 | 1:16.438 P8 (~50.531) +10.125 | 1:23.910 P9 (~50.531) | 1:22.939 P10 (~80.781) +30.250 | 1:18.389 P9 (~50.531) | 1:31.961 P12 (~90.859) +10.078 | 1:27.732 P12 (~90.859) |
| 3 | 1:10.784 P7 (~40.344) +40.344 | 1:08.131 P1 | 1:07.650 P2 (~10.078) +10.078 | 1:08.489 P4 (~10.078) +-50.453 | 1:11.367 P5 (~20.156) +10.078 | 1:10.630 P6 | 1:10.334 P3 (~60.531) +50.453 | 1:15.106 P8 (~50.453) +10.109 | 1:21.298 P10 (~60.531) +-70.719 | 1:20.201 P10 (~90.859) +30.328 | 2:26.190 P9 (~131.250) +80.797 | 1:38.539 P13 (~121.156) +10.094 | 1:33.889 P12 (~111.062) +20.203 |
| 4 | 1:12.187 P7 (~40.421) +40.421 | 1:06.793 P1 | 1:08.998 P2 | 1:09.503 P4 (~10.110) +-50.499 | 1:19.140 P5 (~30.328) +20.218 | 1:10.950 P6 | 1:08.641 P3 (~60.609) +60.609 | 1:14.723 P8 (~60.609) +20.188 | 1:19.428 P10 (~70.718) +-60.646 | 1:17.057 P9 (~90.911) +30.302 | 1:16.754 P9 (~131.364) +40.453 | 1:24.581 P12 (~131.364) +60.646 | 1:29.780 P13 (~131.364) |
| 5 | 1:10.626 P6 (~50.521) +10.094 | 1:05.971 P1 | 1:14.936 P2 (~20.208) +20.208 | 1:08.907 P4 | 1:09.116 P5 (~40.427) +40.427 | 1:10.960 P6 (~20.208) +-30.313 | 1:08.720 P3 (~60.646) +40.438 | 1:16.681 P8 (~70.755) +50.547 | 1:19.651 P11 (~90.974) +-60.593 | 1:15.900 P9 (~111.146) +40.391 | 1:17.991 P10 (~151.567) +40.421 | 1:25.490 P12 (~151.567) +60.593 | 1:29.674 P13 (~161.661) +10.094 |
| 6 | 1:09.728 P6 (~50.516) +10.125 | 1:08.047 P1 | 1:07.338 P2 (~20.219) +20.219 | 1:10.488 P4 | 1:09.092 P5 (~40.391) +40.391 | 1:10.562 P6 (~20.219) +-30.297 | 1:07.796 P3 (~60.594) +40.375 | 1:13.799 P8 (~80.812) +60.593 | 1:18.374 P11 (~100.984) +-60.563 | 1:16.400 P9 (~121.141) +40.329 | 1:16.941 P10 (~161.547) +40.406 | 1:27.000 P12 (~171.641) +70.657 | 1:30.034 P13 (~181.703) +10.062 |
| 7 | 1:09.622 P6 (~50.438) +10.079 | 1:06.745 P1 | 1:08.302 P2 (~10.109) +10.109 | 1:08.283 P4 | 1:08.516 P5 (~40.359) +40.359 | 1:10.814 P7 (~20.203) +-30.235 | 1:08.083 P3 (~60.531) +50.422 | 1:11.983 P8 (~80.734) +60.531 | 1:17.785 P11 (~100.938) +20.204 | ||||
| 8 | 1:10.330 P6 (~76.889) +26.420 | 1:05.597 P1 | 1:06.664 P2 (~20.203) +20.203 | 1:07.896 P4 (~10.110) +-10.093 | 1:09.497 P5 (~50.469) +40.359 | 1:10.877 P7 (~30.313) +-46.576 | |||||||
| 9 | 1:09.622 P6 | ||||||||||||
| Gap | (~76.889) | (~10.109) | (~40.359) | (~20.203) | (~60.594) | (~80.812) | (~100.984) | (~111.146) | (~151.567) | (~151.567) | (~161.661) | ||
| Best | 1:09.622 | 1:04.916 | 1:06.664 | 1:07.896 | 1:07.694 | 1:08.809 | 1:07.796 | 1:11.983 | 1:17.785 | 1:15.900 | 1:16.754 | 1:24.581 | 1:27.732 |
| Avg | 1:10.975 | 1:06.681 | 1:08.509 | 1:09.021 | 1:10.558 | 1:10.572 | 1:08.958 | 1:15.362 | 1:20.842 | 1:18.182 | 1:28.911 | 1:31.888 | 1:30.896 |
| Dev | 1.302 | 1.067 | 2.533 | 1.011 | 3.397 | 0.682 | 1.054 | 2.040 | 2.666 | 2.545 | 25.622 | 7.110 | 2.375 |